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	<title>Polynomial calculations</title>
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<dd><A HREF="bezout.htm">bezout</A> - Bezout equation for polynomials or integers</dd>
<dd><A HREF="clean.htm">clean</A> - cleans matrices (round to zero small entries)</dd>
<dd><A HREF="cmndred.htm">cmndred</A> - common denominator form</dd>
<dd><A HREF="coeff.htm">coeff</A> - coefficients of matrix polynomial</dd>
<dd><A HREF="coffg.htm">coffg</A> - inverse of polynomial matrix</dd>
<dd><A HREF="colcompr.htm">colcompr</A> - column compression of polynomial matrix</dd>
<dd><A HREF="degree.htm">degree</A> - degree of polynomial matrix</dd>
<dd><A HREF="denom.htm">denom</A> - denominator</dd>
<dd><A HREF="derivat.htm">derivat</A> - rational matrix derivative</dd>
<dd><A HREF="determ.htm">determ</A> - determinant of polynomial matrix</dd>
<dd><A HREF="detr.htm">detr</A> - polynomial determinant</dd>
<dd><A HREF="diophant.htm">diophant</A> - diophantine (Bezout) equation</dd>
<dd><A HREF="factors.htm">factors</A> - numeric real factorization</dd>
<dd><A HREF="gcd.htm">gcd</A> - gcd calculation</dd>
<dd><A HREF="hermit.htm">hermit</A> - Hermite form</dd>
<dd><A HREF="horner.htm">horner</A> - polynomial/rational evaluation</dd>
<dd><A HREF="hrmt.htm">hrmt</A> - gcd of polynomials</dd>
<dd><A HREF="htrianr.htm">htrianr</A> - triangularization of polynomial matrix</dd>
<dd><A HREF="invr.htm">invr</A> - inversion of (rational) matrix</dd>
<dd><A HREF="lcm.htm">lcm</A> - least common multiple</dd>
<dd><A HREF="lcmdiag.htm">lcmdiag</A> - least common multiple diagonal factorization</dd>
<dd><A HREF="ldiv.htm">ldiv</A> - polynomial matrix long division</dd>
<dd><A HREF="numer.htm">numer</A> - numerator</dd>
<dd><A HREF="pdiv.htm">pdiv</A> - polynomial division</dd>
<dd><A HREF="pol2des.htm">pol2des</A> - polynomial matrix to descriptor form</dd>
<dd><A HREF="pol2str.htm">pol2str</A> - polynomial to string conversion</dd>
<dd><A HREF="polfact.htm">polfact</A> - minimal factors</dd>
<dd><A HREF="residu.htm">residu</A> - residue</dd>
<dd><A HREF="roots.htm">roots</A> - roots of polynomials</dd>
<dd><A HREF="routh_t.htm">routh_t</A> - Routh's table</dd>
<dd><A HREF="rowcompr.htm">rowcompr</A> - row compression of polynomial matrix</dd>
<dd><A HREF="sfact.htm">sfact</A> - discrete time spectral factorization</dd>
<dd><A HREF="simp.htm">simp</A> - rational simplification</dd>
<dd><A HREF="simp_mode.htm">simp_mode</A> - toggle rational simplification</dd>
<dd><A HREF="sylm.htm">sylm</A> - Sylvester matrix</dd>
<dd><A HREF="systmat.htm">systmat</A> - system matrix</dd>
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